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Computational and data driven molecular material design assisted by low scaling quantum mechanics calculations and
Wei Li1, Haibo Ma1,2, Shuhua Li1
1Key Laboratory of Mesoscopic Chemistry of Ministry of Education, Institute of Theoretical and Computational Chemistry, School of Chemistry and Chemical Engineering, Nanjing University Nanjing 210023 China majing@nju.edu.cn wli@nju.edu.cn haibo@nju.edu.cn.
Quantum mechanics (QM) methods face computational challenges with large molecular systems. This review highlights low-scaling QM and machine learning (ML) techniques to accelerate molecular material design and property prediction.
Area of Science:
- Computational chemistry
- Materials science
- Quantum mechanics
Background:
- Quantum mechanics (QM) methods like DFT, TDDFT, and WFT are crucial for predicting molecular and optoelectronic properties.
- High computational costs of QM methods limit their application to large systems, posing a challenge for molecular material design.
Purpose of the Study:
- To review low-scaling quantum mechanics (QM) approaches and machine learning (ML) techniques for computational molecular material design.
- To illustrate the application of these methods to various complex molecular systems and properties.
Main Methods:
- Low-scaling ground-state and excited-state QM methods.
- Machine learning (ML) algorithms including deep learning and on-line learning.
- Modified force fields with polarization models and variable electrostatic parameters.
Main Results:
- Demonstrated applications of low-scaling QM to long oligomers, supramolecular complexes, and stimuli-responsive materials.
- Utilized ML algorithms to predict molecular energies, forces, electronic structure, and optical/electrical properties.
- Introduced modified force fields with polarization for enhanced electrostatic modeling.
Conclusions:
- Low-scaling QM and ML techniques significantly reduce computational costs for molecular material design.
- Future directions include combining low-scaling algorithms with periodic boundary conditions and ML for periodic functional materials.
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